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Launch Lab Does it float or sink 341 Properties of Fluids 341 Mini Lab Pressure 345 Forces Within Liquids 349 Fluids at Rest and in Motion 352 Solids 359 Physics Lab Evaporative Cooling 364

What is the result A Compilation fails B true true | true true | true true C true false | true false | true false D false false | true false | true false E false false | true false | false false F false false | false false | false false 55 Given:



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Launch Lab How can you determine the path of light through air 431 Section 161 Illumination 431 Section 162 The Wave Nature of Light 439 Mini Lab Color by Temperature 441 Physics Lab Polarization of Light 448

374 Launch Lab How do waves behave in a coiled spring 375 Section 141 Periodic Motion 375 Section 142 Wave Properties 381 Section 143 Wave Behavior 387 Mini Lab Wave Interaction 389 Physics Lab Pendulum Vibrations 392





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Both precision and accuracy are characteristics of measured values How precise and accurate are the measurements of the three students The degree of exactness of a measurement is called its precision Student 3 s measurements are the most precise, within 01 cm The measurements of the other two students are less precise because they have a larger uncertainty Precision depends on the instrument and technique used to make the measurement Generally, the device that has the finest division on its scale produces the most precise measurement The precision of a measurement is one-half the smallest division of the instrument For example, the graduated cylinder in Figure 1-11a has divisions of 1 mL You can measure an object to within 05 mL with this device However, the smallest division on the beaker in Figure 1-11b is 50 mL How precise were your measurements in the MiniLab The significant digits in an answer show its precision A measure of 67100 g is precise to the nearest thousandth of a gram Recall from Section 11 the rules for performing operations with measurements given to different levels of precision If you add 12 mL of acid to a beaker containing 24 102 mL of water, you cannot say you now have 2412 102 mL of fluid, because the volume of water was not measured to the nearest tenth of a milliliter, but to 100 times that

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12 Radio-wave propagation or, by rearranging to account for individual terms: LdB = [20 log d] + [20 log FMHz ] + k where LdB is the path loss in decibels (dB) d is the path length FMHz is frequency in megahertz (MHz) k is a constant that depends on the units of d as follows: k = 324 if d in kilometers = 3658 if d in statute miles = 3780 if d in nautical miles = 3787 if d in feet = 2755 if d in meters The radiated sphere of energy gets ever larger as the wave propagates away from the isotropic source If, at a great distance from the center, you take a look at a small slice of the advancing wavefront you can assume that it is essentially a flat plane, as in Fig 2-5 This situation is analogous to the apparent flatness of the prairie, even though the surface of the earth is nearly spherical You would be able to see the electric and magnetic field vectors at right angles to each other in the flat plane wavefront The polarization of an EM wave is, by definition, the direction of the electric field Figure 2-6A shows vertical polarization, because the electric field is vertical with respect to the earth If the fields were exchanged (as in Fig 2-6B), then the EM wave would be horizontally polarized These designations are especially convenient because they also show the type of antenna used: vertical antennas produce vertically polarized signals, while hori[210]

Figure 1-1 The graduated 1 cylinder contains 41 05 mL (a) The flask contains 325 mL 25 mL (b)

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